group of reindeer

a group of reindeer is officially called a slay, because they slay at driving a sleigh.

Did you see that slay, or group of reindeer?

by cardealvoyage January 15, 2018

Ha Group

a group of badass bitches.

Person A: They are so badass-
Person B: Yeah, they're like a ha group lololoololol

by themostbadassbitch March 14, 2021

poop grouped

"keep your shit together" or "regroup your poop"

Hey, Marty hang in their buddy, keep your poop grouped.

by Annie name September 11, 2020

Unfiltered teen mom group

Get butt hurt

“This is a unfiltered teen mom group”
“Oh so that means I can say anything?”

“Yeah pretty much”
*gets offended over something *
“WHY WOULD YOU DO THAT?!”
“Because this is an unfiltered teen mom group!”

by Manipulators September 7, 2025

Group GT3

Known technically as Cup Grand Touring Cars and commonly referred to as simply GT3; a set of regulations maintained by the Fédération Internationale de l'Automobile (FIA) for grand tourer racing cars designed for use in various auto racing series throughout the world.

Since its launch circa 2006, it has become the de facto category for many national and international GT series and, furthermore, one of the most successful and most popular racing categories of all time. Most major sports car manufacturers such as Porsche, Ferrari, Mercedes-AMG, McLaren, etc. will most likely have several entries in global competitions such as DTM, Super GT, GT World Challenge, WEC, IMSA and countless others.

Group GT3 cars are like, totally awesome yo, you totally go check them out, yo.

by Hobkins Neitzen May 21, 2025

Goose Group

A place where straight people are a minority and gays are to lonely to get laid

U looked in goose group lately?
Yea ethan fucked my nan again

by Unn0 March 25, 2022

group

A group is a finite or infinite set of elements together with a binary operation (called the group operation) that together satisfy the four fundamental properties of closure, associativity, the identity property, and the inverse property.

(Z, +) is a group. The identity is 0, the inverse of a∈Z is −a, and addition is associative.

by George. W. Bush May 31, 2023